Investigation of the removal of Ni(II) from aqueous solution using pomelo fruit peel

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Physical sciences Chemistry  
DOI: 10.31276/VJSTE.63(2).07-12  
Investigation of the removal of Ni(II)  
from aqueous solution using pomelo fruit peel  
Van phuc Dinh*  
Duy Tan University  
Received 8 September 2020; accepted 4 December 2020  
Abstract:  
Pomelo fruit peel, an organic waste, was utilised as a biosorbent to remove Ni(II) from aqueous solutions. Some  
major factors influencing Ni(II) uptake such as pH, adsorption time, and initial Ni(II) concentration were examined.  
Several isotherm and kinetic models including the Langmuir, Freundlich, Sips, pseudo-first-order, pseudo-second-  
order, and intra-diffusion models were fit to the experimental data. Results showed that the Ni(II) uptake obtained  
an equilibrium at pH=6 after 80 min at 303 K. The Sips isotherm model described the Ni(II) adsorption better than  
other models and the monoadsorption capacity calculated from the Langmuir model was 9.67 mg/g. The adsorption  
of Ni(II) followed pseudo-second-order kinetic models with three stages.  
Keywords: biosorption, isotherm models, Ni(II), pomelo fruit peel.  
Classification number: 2.2  
peel [14], and Citrus reticulata (fruit peel of orange) [15].  
However, the utilisation of pomelo fruit peel (Citrus grandis)  
Introduction  
In recent years, the expansion of many industries has  
as a biosorbent to remove Ni(II) from aqueous solutions  
promote a huge increase in the economy of a large number  
has been limited. In previous reports, the pomelo fruit peel  
of developing countries. However, the governments in these  
countries are faced with significant environmental problems  
especially those related to heavy toxic metal pollution in  
the effluent of industrial zones. Ni(II) is one such heavy  
toxic metal, which has existed in the wastewater of many  
factories such as electroplating, mineral processing,  
was used to adsorb methylene blue [16], Cr(III) [16], Pb(II)  
[17], and Cd(II) [17]. The obtained results indicated that  
the pomelo fruit peel is a potential biosorbent to uptake  
heavy toxic metals and organic molecules from aqueous  
solutions. Therefore, in this work, the study is extended to  
Ni(II) adsorption onto the pomelo fruit peel. The pHsolution  
,
batteries manufacturing, and so on [1, 2]. As claimed by  
the World Health Organization (WHO), the limit of Ni(II)  
concentration in water is 0.005 kg/m3 [2]. Hence, various  
physicochemical methods have been applied to eliminate  
Ni(II) from aqueous solutions including adsorption [1-4],  
precipitation [5, 6], ion-exchange [7, 8] and so on. Among  
them, adsorption is a promising method since it is simple,  
low-cost, and easily reused [9, 10].  
adsorption time, and initial Ni(II) concentration, all of which  
affect the Ni(II) adsorption, are examined. Some common  
isotherm and kinetic models are fit to the experimental data  
to understand the nature of the uptake.  
Materials and methods  
Preparation of biosorbent  
The biosorbent was prepared identical to the author’s  
previous studies [17]. Herein, the pomelo fruit peel was  
washed by deionised water several times after collection  
from the Vinh Cuu district, Dong Nai province, Vietnam.  
The material was then dried in an oven at 80oC within 24  
h, prior to cutting into small pieces about 0.5-1 mm in size.  
The use of agricultural waste as biosorbents has attracted  
many scientists because they are abundantly available,  
environmentally friendly, and low cost. There are many  
biosorbents used to remove Ni(II) from aqueous solutions  
including Sophora japonica pod powder [11], Sargassum  
sp. [12], activated banana peel [13], modified plantain Finally, the biosorbent was stored in the oven.  
*Email: dinhvanphuc@duytan.edu.vn  
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June 2021 Volume 63 number 2  
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Physical sciences Chemistry  
Chemicals  
Table 1. Some common nonlinear isotherm and kinetic models.  
The Ni (II) ion was used as an adsorbate, which was  
prepared by dissolving a Ni(II) standard (1000 mg/l) in  
deionised (DI) water. The pH adjustment of the investigated  
solution was carried by using HNO3 and NaOH with  
different concentrations. All experimental chemicals used  
in this work were from Merck (Germany) and were in the  
analytical reagent grade.  
Models  
Nonlinear forms  
Nomenclature  
Isotherm models  
Qe (mg/g): amount of adsorbate in the  
adsorbent at equilibrium.  
Qm (mg/g): maximum monolayer  
adsorption capacity.  
KL (l/mg): Langmuir isotherm constant.  
KF [(mg/g).(l/mg)1/n]: Freundlich isotherm  
constant.  
Qm.KL.Ce  
Qe =  
Langmuir  
Freundlich  
1+ KL.Ce  
Qe = KF .Ce1/n  
Qs.Ceb  
s
Instruments  
n: heterogeneity factor.  
Qe =  
Sips  
1+as.Ceb  
s
Qs (l/g): Sips isotherm model constant.  
αs (l/mg): Sips isotherm model constant.  
βs: Sips isotherm model exponent.  
The pH meter (Martini instruments, Mi-15, Romania),  
with buffer solution values of 4.01±0.01, 7.01±0.01, and  
10.01±0.01, was used to determine the pHsolution values.  
The material’s morphology was examined by ultrahigh  
resolution SEM (S-4800), whereas the bonding in the  
materials’ structure was found out by Fourier-transform  
infrared (FT-IR) spectroscopy that was conducted on a  
Tensor 27 (Bruker, Germany).  
Kinetic models  
Pseudo-first-  
order  
Q = Qe 1ek t  
1
Qt (mg/g): adsorption capacity at time t.  
Qe (mg/g): adsorption capacity at the  
equilibrium.  
(
)
t
Qe2.k2.t  
Pseudo-second-  
order  
k1 (min-1): pseudo-first-order model  
constant.  
Q =  
t
1+ k2.Qe.t  
k2 (g.mg-1.min-1): pseudo-second-order  
model constant.  
Q = kdt1/2 + C  
Intra-diffusion  
t
kd: intra-diffusion models constant.  
In order to determine the Ni(II) concentration before and  
after the uptake, an atomic absorption spectrophotometer  
(Shimadzu AA-7000, Japan) was used.  
Results and discussion  
Characterisations of the biosorbent  
Batch adsorption study  
SEM - EDX analyses: Figs. 1Aand 1B show SEM images  
of pomelo fruit peel at 1.00k and 10.0k magnifications. As  
seen in these images, the adsorbent surface is very rough,  
porous, and heterogeneous. These properties are favourable  
for the heavy metal ion adsorption. The elemental  
composition of this material was determined by energy-  
dispersive X-ray spectroscopy (EDX), which is presented  
in Fig. 1C. The results confirm that the weight percentages  
of carbon and oxygen were 47.41 and 52.59%, respectively.  
The Ni(II) batch adsorption onto the pomelo fruit peel  
was carried on IKA magnetic stirrers with a RT 10 P heater.  
Herein, 0.1 g of the synthesised material was placed into  
100 ml flasks together with 50 ml of Ni(II) aqueous solution.  
These flasks were stirred at a constant rate of 150 rpm. The  
factors affecting the uptake including pH (2-6), adsorption  
time (10-240 min), and Ni(II) initial concentration (5-50  
mg/l) were examined.  
The percentage of the Ni(II) uptake (% removal) and  
adsorption capacity, Qe, (mg/g) were determined based on  
the following equations:  
Point of zero charge (pHPZC): pHPZC is the pH value of  
the solution when the material’s surface charge is neutral.  
Indeed, if pHsolution is less than pHPZC, the material surface is  
positively charged. In contrast, the material’s surface charge  
is negative when pHsolution>pHPZC. Fig. 1D presents the pHPZC  
of the pomelo fruit peel in this study, which was determined  
to be 4.6.  
(Co -Ce )  
(1)  
% Removal =  
.100%  
Co  
(Co -Ce ).V  
(2)  
Qe =  
m
FT-IR spectrum: Fig. 2 depicts the vibrations of  
characteristic groups in the pomelo fruit peel. As seen in this  
figure, the vibrations of the O-H groups of pectin, cellulose,  
and lignin are recorded at 3246 cm-1, while the vibrations of  
the C-H bonds in the CH2 and CH3 groups are assigned to  
wavenumbers 2924 cm-1 and 2851 cm-1, respectively. The  
wavenumbers 1747 cm-1 and 1643 cm-1 are related to the  
C=O groups [19]. Finally, the wavenumbers 1107 cm-1 and  
1026 cm-1 confirm the C-O group’s stretching vibrations in  
the lignin structure of pomelo fruit peel [16].  
where the Ni(II) concentration in the aqueous solution  
before and after the adsorption are symbolised Co (mg/l) and  
Ce (mg/l), respectively, V is the volume (l) of metal solution,  
and m is the mass (g) of the material used.  
Adsorption isotherm and kinetic models  
In this report, some common adsorption isotherm and  
kinetic models are fit to the experimental data [17, 18].  
These models are given in Table 1.  
Vietnam Journal of Science,  
June 2021 Volume 63 number 2  
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Physical sciences Chemistry  
Fig. 1. (A, B) SEM images at different magnifications, (C) the EDX spectrum, and (D) pHPZC of the pomelo fruit peel.  
that the uptake of Ni(II) rises rapidly when pHsolution is  
increased from 2 to 4. In the next stage, there is a slight  
increase in the adsorption prior to obtaining the maximum  
at pH=6. The increase in pHsolution from 2 to 6 leads to a  
change in material surface charge from positive to negative.  
At pHsolution>pHPZC=4.6, the material’s surface charge is  
negative, which leads to a rise in Ni(II) adsorption due to  
the electrostatic attraction between Ni(II) cations and the  
negatively-charged material surface [20, 21]. However, the  
author observed that nickel (II) hydroxide can be formed  
at pHsolution>6. Therefore, pH=6 is chosen for further  
experiments.  
Fig. 2. FT-IR spectrum of pomelo fruit peel.  
The adsorption time: the influence of the adsorption  
time on the Ni(II) biosorption by pomelo fruit peel is  
indicated in Fig. 3B. The uptake rate of Ni(II) significantly  
increases prior to reaching equilibrium at 80 min and then  
remained stable. Therefore, the optimal adsorption time was  
determined to be 80 min.  
Factors affecting the removal of Ni(II)  
pHsolution: pHsolution directly affects the removal of Ni(II)  
due to its effects on the formation of different complexes of  
Ni(II) and the surface charge of materials. Fig. 3A indicates  
Vietnam Journal of Science,  
June 2021 Volume 63 number 2  
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Physical sciences Chemistry  
Fig. 3. Plots of the effects of (A) pHsolution and (B) adsorption time on Ni(II) adsorption.  
Fig. 4. Plots of (A) isotherm models and (B) kinetic models of the Ni(II) adsorption onto pomelo fruit peel.  
Isotherm studies  
Table 2. Parameters of nonlinear isotherm models at temperature  
of 303 K.  
The plots of several common isotherm models including  
Langmuir, Freundlich, and the Sips models are presented in  
Fig. 4A. The nonlinear isotherm parameters of these models  
are listed in Table 2. According to calculated RMSE and  
χ2 values, the experimental data had a better fit with the  
Sips model than the others as determined by the smallest  
RMSE and χ2 values. The main reason is that the Langmuir  
and Freundlich models are constrained by the adsorbates’  
concentration, while the Sips model combines these  
models and overcomes this problem [18]. Furthermore, the  
Langmuir maximum monolayer adsorption capacity was  
9.67 mg/g, which is higher than other biosorbents such as  
hazelnut shell, fly ash, rice husk, banana peel, and doum  
palm (Hyphaene thebaica L.) (Table 3). The n value (n=2.67)  
evaluated from the Freundlich model ranges from 1 to 10  
and indicates how favourable conditions are for adsorption  
[18, 22]. However, the Ni(II) adsorption capacity is lower  
than Pb(II), Cd(II), and Cr(III) when the same pomelo fruit  
peel is used [16, 17]. This shows that the pomelo fruit peel  
is a potential material for removing heavy metals from  
aqueous solutions.  
Isotherm models  
parameters  
KL (l/mg)  
0.1891  
9.67  
Qm (mg/g)  
Langmuir  
RMSE  
0.2625  
0.9854  
0.1413  
2.67  
R2  
c2  
n
KF [(mg/g).(l/mg)1/n  
]
2.48  
Freundlich  
RMSE  
R2  
0.3752  
0.9701  
0.2519  
2.25  
c2  
Qs (l/g)  
as (l/mg)  
bs  
0.1938  
0.7667  
0.1975  
0.9917  
0.0428  
Sips  
RMSE  
R2  
c2  
Vietnam Journal of Science,  
June 2021 Volume 63 number 2  
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Table 3. Maximum adsorption capacities of several biosorbents intra-diffusion model is therefore applied to determine the  
for the Ni(II) uptake from aqueous solutions [23-27].  
Ni(II) adsorption kinetic onto pomelo fruit peel. As seen  
from the plot of Qe versus t1/2 in Fig. 4B, the removal of  
Ni(II) includes three stages. Firstly, Ni(II) cations are steeply  
transferred from the solution to the material’s surface within  
about 20 min. In the next stage, the Ni(II) uptake more  
gradually occurs from 20 to 80 min, prior to obtaining the  
equilibrium in the last stage. From the nonzero C value  
calculated from the intra-diffusion model, the Ni(II) uptake  
follows not only the intra-diffusion process but also two or  
more different mechanisms [28, 29].  
Adsorptive  
condition  
Adsorption  
capacity (mg/g)  
Biosorbents  
References  
Doum palm (Hyphaene  
thebaica L.)  
pH=7.00, t=120 min 3.24  
[1]  
Banana peel  
Rice husk  
pH=6.89, t=24 h  
pH=6.00, t=120 min 8.86  
pH=8.00, t=60 min 0.03  
pH=7.00, t=180 min 7.18  
6.88  
[23]  
[24]  
[25]  
[26]  
Fly ash  
Hazelnut shell  
Cone biomass of Thuja  
orientalis  
Conclusions  
pH=4.00, t=7 min  
12.42  
[27]  
The Ni(II) adsorption onto pomelo fruit peel was  
investigated. The results showed that the Ni(II) uptake  
reached equilibrium at pH=6.00 after 80 min at 303 K.  
Kinetic studies showed that the Ni(II) uptake was controlled  
byvariousmechanisms.TheLangmuirmaximumadsorption  
capacity was 9.67 mg/g, which was higher than some other  
biosorbents. Therefore, pomelo fruit peel can be used as a  
promising, eco-friendly, and low-cost material to eliminate  
Ni(II) from the effluent.  
Brown algae  
Sargassum sp.  
pH=6.00, t=90 min  
pH=6.00, t=80 min  
50.97  
9.67  
[12]  
Pomelo fruit peel  
This study  
Kinetic studies  
Figure 4B and Table 4 present the plots of the kinetic  
models and non-linear parameters, respectively. Clearly, the  
pseudo-second-model fit to the experimental data is better  
than the pseudo-first-order model owing to the small RMSE  
2
c
and  
values. However, both models cannot describe the  
ACKNOWLEDGEMENTS  
mass transfer of cations onto the material’s surface. The  
This research is funded by Vietnam National Foundation  
for Science and Technology Development (NAFOSTED)  
under grant number 103.02-2018.368.  
Table 4. Parameters of nonlinear kinetic models at 303 K.  
parameters  
COMPETING INTERESTS  
Kinetic models  
Co (mg/l)  
10  
The author declares that there is no conflict of interest  
Qe (exp) (mg/g)  
3.2  
regarding the publication of this article.  
Qe (cal) (mg/g)  
3.11  
k1(min-1)  
0.1190  
0.1185  
0.9395  
0.0831  
3.27  
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